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We investigate a mathematical model of population dynamics for a population of two sexes (male and female) in which new individuals are conceived in a process of mating between individuals of opposed sexes and their appearance is postponed by a period of gestation. The model is a system of two partial differential equations with delay which are additionally coupled by mathematically complicated boundary conditions. We show that this model has a global solution. We also analyze stationary ('permanent')...
Chattopadhyay et al. [Biosystems (2003),
68, pp. 5-17] proposed and analyzed an N – P model in the presence
of viral infection on phytoplankton population. They studied the
dynamics under the constant nutrient input. The present paper deals
with the problem with seasonal variability on nutrient input. We use
a general periodic function for nutrient input. We observe the
dynamics of the system by considering (i) the infected phytoplankton
consumes nutrient and (ii) the infected phytoplankton is not...
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